The Mobius math curriculum is in line with what is typical for North American school boards. Topics are introduced, and then in subsequent grades, built upon. This repetition and return to foundations build strong mathematical reasoning skills. Note that themes often continue for many years, so the theme will often contain material that is both well above and well below grade level but your child will be levelled to the math that is right for them within the theme.
Geometry in 2 Dimensions from basic shapes to volumes and surface area
Geometry in 2 Dimensions from basic shapes to advanced work with circular geometry
Scientific notation and the powers of ten, including the relation to metric units
Proportional thinking with rates and ratios
Circular geometry from the concept of Pi to sectors and arc lengths
Exponents from the basic concept to negative and fractional exponents
Mean, median, mode, and working with group statistics
Working with time, from telling time to calculating differences
Percents from concept introduction to interest rate problems
Chance and probability from single events to multiple events
Geometry of right triangles and Pythagoras in 2 and 3 dimensions
Introduction to geometry through basic shapes and angles
Trigonometry from concept introduction to advanced work with triangles and functions
Simplifying, multiplying, and dividing radicals
Basic concepts of numeracy including counting, inequalities, and ordering
An understanding of addition and subtraction from single digits to multiple digits
Slope and linear equations, from the concept of slope to linear equation graphing and intersection
Algebraic thinking from the introduction of a variable to polynomials
The concept of place value from the tens and hundreds places through to the concept of decimals
Calculations of speed and logic problems including unit changes
Fractions and decimals from introduction to multiplication and division
Multiplication and division from its introduction to advanced use
Working with factors and primes from factorization to simplifying complex problems
Number patterns from simple repetition to deriving formulas for advanced patterns
A deeper understanding of numbers including negatives and divisibility rules
Working with data on graphs, from reading graphs to analyzing multi-series data sets
Understanding the metric system and converting between units
Visual patterns of shapes and colors including pattern extension and term value